? Comparing them to other pocket media devices does it seem strange? Does it seem like they could be produced for less than $200 depending on the features? Why arent there graphing calcs with micro-SD slots, WiFi, Bluetooth, etc? Why havent there been major advances in graphic calcs following the heels of unrelated devices using similar technology? WHY OH WHY? There arent newer, color LCD graphing calcs that render in realtime and have full screen displays Hfss 15 Linux Crack. My only experience with those devices was a basic TI-83 i had for high school pre-calc/trig and it was already 2 years old at the time. 2004 graphing calculators are still the best out there?

Just a side question: we've got Asus Eee PCs, Intel Atom CPUs, phones that are more powerful than a circa-2000 PC, and GFX card-based hardware rendering/math.

Or Does anyone have any experience with the TI-Nspire? Is it really as good at those functions as it claims? Or is it just a marketing thing? I am finishing up engineering (calculus based) physics this Spring, taking the MCAT next summer, and will continue to use the calculator I purchase well into med school and residency, so I want it to be appropriate for the long haul. I was intrigued by the advertised target courses by the Nspire, including physics, biology, chemistry, college math (diff. I was originally planning on getting a TI-89 Titanium for my calculus based physics courses and labs for this coming quarter, and saw the TI-Nspire while shopping for one. The Calculus Made Easy version 9.0, that I originally installed in my TI-89 Titanium back in January 2008, has been a tremendous application in helping me comprehend my Calculus I course this semester. A simple menu-based navigation system permits quick access to any desired topic.

Users have boosted their calculus understanding and success by using this user-friendly product. See more ideas about Calculus, Coding and Computer.Ĭalculus Made Easy is the ultimate educational Calculus tool. Examples of EveryStepCalculus' TI89 program.including chain rule and integral calculus.

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